コード例 #1
0
    /// <summary>
    /// Noise synthesis mode
    /// </summary>
    /// <param name="d">Image</param>
    /// <param name="Xsize">Specifies the desired width of the spectrogram</param>
    /// <param name="bands">Specifies the desired height of the spectrogram (bands)</param>
    /// <param name="samplecount">Number of samples</param>
    /// <param name="samplerate">Sample rate</param>
    /// <param name="basefreq">Base frequency in Hertz</param>
    /// <param name="pixpersec">Time resolution in Pixels Per Second</param>
    /// <param name="bpo">Frequency resolution in Bands Per Octave</param>
    /// <returns></returns>
    public static double[] SynthesizeNoise(ref double[][] d, ref int Xsize, ref int bands, ref int samplecount, ref int samplerate, ref double basefreq, ref double pixpersec, ref double bpo)
    {
        double[] s;                                                             // final signal
        double   coef;

        double[] noise;                                 // filtered looped noise
        double   loop_size_sec = LOOP_SIZE_SEC;         // size of the filter bank loop, in seconds. Later to be taken from user input
        int      loop_size     = 0;                     // size of the filter bank loop, in samples. Deduced from loop_size_sec
        int      loop_size_min = 0;                     // minimum required size for the filter bank loop, in samples. Calculated from the longest windowed sinc's length

        double[] pink_noise;                            // original pink noise (in the frequency domain)
        double   mag;                                   // parameters for the creation of pink_noise's samples
        double   phase;

        double[] envelope; // interpolated envelope
        double[] lut;      // Blackman Sqaure look-up table
        double[] freq;     // frequency look-up table
        double   maxfreq;  // central frequency of the last band

        int i  = 0;        // general purpose iterator
        int ib = 0;        // bands iterator
        int il = 0;        // loop iterator

        int Fa = 0;        // Fa is the index of the band's start in the frequency domain
        int Fd = 0;        // Fd is the index of the band's end in the frequency domain

        double La;         // La is the log2 of the frequency of Fa
        double Ld;         // Ld is the log2 of the frequency of Fd
        double Li;         // Li is the iterative frequency between La and Ld defined logarithmically

        freq = GlobalMembersDsp.FrequencyArray(basefreq, bands, bpo);

        if (LOGBASE == 1.0)
        {
            maxfreq = bpo;             // in linear mode we use bpo to store the maxfreq since we couldn't deduce maxfreq otherwise
        }
        else
        {
            maxfreq = basefreq * Math.Pow(LOGBASE, ((double)(bands - 1) / bpo));
        }

        clockA = GlobalMembersUtil.GetTime();

        samplecount = (int)GlobalMembersUtil.RoundOff(Xsize / pixpersec);        // calculation of the length of the final signal
        Console.Write("Sound duration : {0:f3} s\n", (double)samplecount / samplerate);

        // allocation of the final signal
        s = new double[samplecount];

        // allocation of the interpolated envelope
        envelope = new double[samplecount];

        //********Loop size calculation********
        loop_size = (int)loop_size_sec * samplerate;

        if (LOGBASE == 1.0)
        {
            loop_size_min = (int)GlobalMembersUtil.RoundOff(4.0 * 5.0 / freq[1] - freq[0]);          // linear mode
        }
        else
        {
            loop_size_min = (int)GlobalMembersUtil.RoundOff(2.0 * 5.0 / ((freq[0] * Math.Pow(2.0, -1.0 / (bpo))) * (1.0 - Math.Pow(2.0, -1.0 / bpo))));         // this is the estimate of how many samples the longest FIR will take up in the time domain
        }
        if (loop_size_min > loop_size)
        {
            loop_size = loop_size_min;
        }

        loop_size = GlobalMembersUtil.NextPrime(loop_size);         // enlarge the loop_size to the next multiple of short primes in order to make IFFTs faster
        //--------Loop size calculation--------

        //********Pink noise generation********
        pink_noise = new double[loop_size];

        for (i = 1; i < (loop_size + 1) >> 1; i++)
        {
            mag   = Math.Pow((double)i, 0.5 - 0.5 * LOGBASE);  // FIXME something's not necessarily right with that formula
            phase = GlobalMembersUtil.DoubleRandom() * PI;     // random phase between -pi and +pi

            pink_noise[i]             = mag * Math.Cos(phase); // real part
            pink_noise[loop_size - i] = mag * Math.Sin(phase); // imaginary part
        }
        //--------Pink noise generation--------

        // allocate noise
        noise = new double[loop_size];

        lut = GlobalMembersDsp.BlackmanSquareLookupTable(ref BMSQ_LUT_SIZE);         // Blackman Square look-up table initalisation

        for (ib = 0; ib < bands; ib++)
        {
            Console.Write("{0,4:D}/{1:D}\r", ib + 1, bands);

            // reset filtered noise
            for (i = 0; i < loop_size; i++)
            {
                noise[i] = 0;                                     // reset sband
            }
            //********Filtering********
            Fa = (int)GlobalMembersUtil.RoundOff(GlobalMembersDsp.LogPositionToFrequency((double)(ib - 1) / (double)(bands - 1), basefreq, maxfreq) * loop_size);
            Fd = (int)GlobalMembersUtil.RoundOff(GlobalMembersDsp.LogPositionToFrequency((double)(ib + 1) / (double)(bands - 1), basefreq, maxfreq) * loop_size);
            La = GlobalMembersDsp.FrequencyToLogPosition((double)Fa / (double)loop_size, basefreq, maxfreq);
            Ld = GlobalMembersDsp.FrequencyToLogPosition((double)Fd / (double)loop_size, basefreq, maxfreq);

            if (Fd > loop_size / 2)
            {
                Fd = loop_size / 2;               // stop reading if reaching the Nyquist frequency
            }
            if (Fa < 1)
            {
                Fa = 1;
            }

            Console.Write("{0,4:D}/{1:D}   {2:f2} Hz - {3:f2} Hz\r", ib + 1, bands, (double)Fa * samplerate / loop_size, (double)Fd * samplerate / loop_size);

            for (i = Fa; i < Fd; i++)
            {
                Li                       = GlobalMembersDsp.FrequencyToLogPosition((double)i / (double)loop_size, basefreq, maxfreq); // calculation of the logarithmic position
                Li                       = (Li - La) / (Ld - La);
                coef                     = 0.5 - 0.5 * Math.Cos(2.0 * PI * Li);                                                       // Hann function
                noise[i + 1]             = pink_noise[i + 1] * coef;
                noise[loop_size - 1 - i] = pink_noise[loop_size - 1 - i] * coef;
            }
            //--------Filtering--------

            GlobalMembersDsp.FFT(ref noise, ref noise, loop_size, FFTMethod.IDFT);             // IFFT of the filtered noise

            // blank the envelope
            for (i = 0; i < samplecount; i++)
            {
                envelope[i] = 0;                                                                                                                   // reset sband
            }
            GlobalMembersDsp.BlackmanSquareInterpolation(ref d[bands - ib - 1], ref envelope, ref Xsize, ref samplecount, ref lut, BMSQ_LUT_SIZE); // interpolation of the envelope

            il = 0;
            for (i = 0; i < samplecount; i++)
            {
                s[i] += envelope[i] * noise[il]; // modulation
                il++;                            // increment loop iterator
                if (il == loop_size)             // if the array iterator has reached the end of the array, it's reset
                {
                    il = 0;
                }
            }
        }

        Console.Write("\n");

        GlobalMembersDsp.Normalize(ref s, ref samplecount, 1.0);

        return(s);
    }
コード例 #2
0
    /// <summary>
    /// Sine synthesis mode
    /// </summary>
    /// <param name="d">Image (d is the original image - spectrogram)</param>
    /// <param name="Xsize">Specifies the desired width of the spectrogram</param>
    /// <param name="bands">Specifies the desired height of the spectrogram (total count of bands)</param>
    /// <param name="samplecount">Number of samples (samplecount is the output sound's length)</param>
    /// <param name="samplerate">Sample rate</param>
    /// <param name="basefreq">Minimum frequency in Hertz</param>
    /// <param name="pixpersec">Time resolution in Pixels Per Second</param>
    /// <param name="bpo">Frequency resolution in Bands Per Octave</param>
    /// <returns></returns>
    public static double[] SynthesizeSine(ref double[][] d, ref int Xsize, ref int bands, ref int samplecount, ref int samplerate, ref double basefreq, ref double pixpersec, ref double bpo)
    {
        double[] s;                             // s is the output sound
        double[] freq;                          // freq is the band's central frequency
        double[] filter;
        double[] sband;                         // sband is the band's envelope upsampled and shifted up in frequency
        int      sbsize = 0;                    // sbsize is the length of sband

        double[] sine = new double[4];          // sine is the random sine look-up table
        double   rphase;                        // rphase is the band's sine's random phase

        int i  = 0;                             // i is a general purpose iterator
        int ib = 0;                             // ib is the band iterator
        int Fc = 0;                             // Fc is the index of the band's centre in the frequency domain on the new signal
        int Bc = 0;                             // Bc is the index of the band's centre in the frequency domain on sband (its imaginary match being sbsize-Bc)
        int Mh = 0;                             // Mh is the length of the real or imaginary part of the envelope's FFT, DC element included and Nyquist element excluded
        int Mn = 0;                             // Mn is the length of the real or imaginary part of the sound's FFT, DC element included and Nyquist element excluded

        freq = GlobalMembersDsp.FrequencyArray(basefreq, bands, bpo);

        clockA = GlobalMembersUtil.GetTime();

        sbsize = GlobalMembersUtil.NextPrime(Xsize * 2);         // In Circular mode keep it to sbsize = Xsize * 2;

        samplecount = (int)GlobalMembersUtil.RoundOff(Xsize / pixpersec);
        Console.Write("Sound duration : {0:f3} s\n", (double)samplecount / samplerate);
        samplecount = (int)GlobalMembersUtil.RoundOff(0.5 * sbsize / pixpersec);       // Do not change this value as it would stretch envelopes

        s = new double[samplecount];

        // allocation of the shifted band
        sband = new double[sbsize];

        // Bc is the index of the band's centre in the frequency domain on sband (its imaginary match being sbsize-Bc)
        Bc = (int)GlobalMembersUtil.RoundOff(0.25 * (double)sbsize);

        // Mh is the length of the real or imaginary part of the envelope's FFT, DC element included and Nyquist element excluded
        Mh = (sbsize + 1) >> 1;
        // Mn is the length of the real or imaginary part of the sound's FFT, DC element included and Nyquist element excluded
        Mn = (samplecount + 1) >> 1;

        filter = GlobalMembersDsp.WindowedSinc_max(Mh, 1.0 / GlobalMembersArss.TRANSITION_BW_SYNT);         // generation of the frequency-domain filter

        for (ib = 0; ib < bands; ib++)
        {
            // reset sband
            for (i = 0; i < sbsize; i++)
            {
                sband[i] = 0;                                  // reset sband
            }
            //********Frequency shifting********
            rphase = GlobalMembersUtil.DoubleRandom() * PI;             // random phase between -pi and +pi

            for (i = 0; i < 4; i++)
            {
                // generating the random sine LUT
                sine[i] = Math.Cos(i * 2.0 * PI * 0.25 + rphase);
            }

            for (i = 0; i < Xsize; i++)             // envelope sampling rate * 2 and frequency shifting by 0.25
            {
                if ((i & 1) == 0)
                {
                    sband[i << 1]       = d[bands - ib - 1][i] * sine[0];
                    sband[(i << 1) + 1] = d[bands - ib - 1][i] * sine[1];
                }
                else
                {
                    sband[i << 1]       = d[bands - ib - 1][i] * sine[2];
                    sband[(i << 1) + 1] = d[bands - ib - 1][i] * sine[3];
                }
            }
            //--------Frequency shifting--------

            GlobalMembersDsp.FFT(ref sband, ref sband, sbsize, FFTMethod.DFT);             // FFT of the envelope

            // Fc is the index of the band's centre in the frequency domain on the new signal
            Fc = (int)GlobalMembersUtil.RoundOff(freq[ib] * samplecount);              // band's centre index (envelope's DC element)

            Console.Write("{0,4:D}/{1:D}   {2:f2} Hz\r", ib + 1, bands, (double)Fc * samplerate / samplecount);

            //********Write FFT********
            for (i = 1; i < Mh; i++)
            {
                if (Fc - Bc + i > 0 && Fc - Bc + i < Mn)                             // if we're between frequencies 0 and 0.5 of the new signal and that we're not at Fc
                {
                    s[i + Fc - Bc] += sband[i] * filter[i];                          // Real part
                    s[samplecount - (i + Fc - Bc)] += sband[sbsize - i] * filter[i]; // Imaginary part
                }
            }
            //--------Write FFT--------
        }

        Console.Write("\n");

        GlobalMembersDsp.FFT(ref s, ref s, samplecount, FFTMethod.IDFT);         // IFFT of the final sound
        samplecount = (int)GlobalMembersUtil.RoundOff(Xsize / pixpersec);        // chopping tails by ignoring them

        GlobalMembersDsp.Normalize(ref s, ref samplecount, 1.0);

        return(s);
    }